Average acceleration of an astronaut

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SUMMARY

The discussion focuses on calculating the average acceleration of an astronaut testing a space scooter, with specific scenarios provided. In scenario (a), the average acceleration is calculated as -1.5 m/s², indicating a leftward acceleration. In scenario (b), the average acceleration is also -1.5 m/s², confirming leftward acceleration. In scenario (c), the average acceleration is -4.0 m/s², again indicating leftward motion. All calculations utilize the formula for average acceleration, 𝑎ave = (ΔV)/(Δt).

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Edwardo_Elric
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Homework Statement


An astronaut has left spacelab V to test a new space scooter for possible use in constructing Space Habitat I. Her partner measures the following velocity changes, each taking a place in a 10-s interval. What are the magnitude, the algebraic sign and and the direction of the average acceleration in each interval described below? Assume that the positive direction is to the right.

a.) At the beginning of the interval the astronaut is moving to the right along the x-axis at 20.0m/s, and at the end of the interval she is moving to the right along the x-axis at 5.0 m/s.

b.) At the beginning, she is moving to the left at 5.0m/s and at the end she is moving to the left at 20.0m/s

c.) At the beginning she is moving to the right at 20.0m/s, and at the end she is moving to the left at 20.0m/s


Homework Equations


[tex]\vec{a}_ave = \frac{\Delta {V}}{\Delta{t}}[/tex]


The Attempt at a Solution


a.) Required A_ave
20m/s to right then 5.0m/s right at end
a_{ave} = (V2-V1)/(10s)
a_{ave} = ( 5.0m/s - 20.0m/s)/(10s)
a_{ave} = -1.5m/s
a is negative the acceleration is to the left


b.) 5.0m/s to left then 20.0m/s left at the end

a_{ave} = (V2-V1)/(10s)
a_{ave} = (-20-(-5.0m/s)/(10s)
a_{ave} = -1.5m/s
a is negative the acceleration is to the left

c.) a_{ave} = (-20.0m/s - (20.0m/s))/ 10s
a_{ave} = (-40m/s)/(10s)
a_{ave} = -4.0m/s^2
acceleration still to the left and motion to the left
...
can u check my answers
 
Last edited:
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You seem to have got this problem under control. I agree with all of your answers.
 
thanks for checking my work andrevdh
 

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